John McHugh: On the image of the trivial source ring in the ring of virtual characters of a finite group 8th September, 2022 Watch LaterRemove Cinema Mode This video was produced by NCCR SwissMAP and forms part of the Young Group theorists workshop: exploring new connections. Algebra Character theory Representation theory Representations of finite groups You may also like George Domat: Free products from spinning and rotating families 19th November, 2020 Jean-Pierre Serre: Finite groups, Yesterday and Today 24th April, 2015 Nicolás Andruskiewitsch: The role of Nichols algebras in the cohomology of finite-dimensional Hopf algebras 7th May, 2020 William Graham: Geometry of generalized Springer fibres II 7th February, 2022 Matej Brešar: Images of non-commutative polynomials 23rd July, 2020 Michael Wibmer: Difference algebraic groups 25th May, 2023 In ‘Seminars’Algebra Analysis Category Theory Combinatorics Geometry Logic Mathematical Physics Number Theory Probability Theory Topology
Nicolás Andruskiewitsch: The role of Nichols algebras in the cohomology of finite-dimensional Hopf algebras 7th May, 2020